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Home All issues Volume 508 / No 3 (December IV 2009) A&A, 508 3 (2009) 1359-1374 Full HTML
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Table D.2:

Percentage of CEMP, CNEMP and NEMP (sub-)giants relative to total EMP giants in all our model binary populations (see Sect. 2.6 for selection criteria).

Model set 		CEMP/EMP $\%$ CNEMP/EMP $\%$ NEMP/EMP $\%$
A, A1, A2 $2.300 \pm 0.034$ $0.098 \pm 0.002$ $0.267 \pm 0.007$
CEp1 $2.370 \pm 0.029$ $0.100 \pm 0.002$ $0.273 \pm 0.007$
CE3 $2.300 \pm 0.033$ $0.097 \pm 0.002$ $0.267 \pm 0.006$
B $3.050 \pm 0.038$ $0.157 \pm 0.003$ $0.323 \pm 0.006$
Ae5 $2.150 \pm 0.033$ $0.086 \pm 0.002$ $0.249 \pm 0.007$
8 $2.460 \pm 0.034$ $0.101 \pm 0.002$ $0.268 \pm 0.006$
E $2.900 \pm 0.040$ $0.098 \pm 0.002$ $0.267 \pm 0.006$
10 $2.640 \pm 0.032$ $0.208 \pm 0.003$ $0.310 \pm 0.005$
11 $1.490 \pm 0.021$ $0.053 \pm 0.001$ $0.091 \pm 0.002$
12 $0.489 \pm 0.009$ $0.005 \pm 0.000$ $0.015 \pm 0.001$
13 $0.101 \pm 0.004$ 0.000 0.000
14 $2.460 \pm 0.035$ $0.099 \pm 0.002$ $0.291 \pm 0.007$
15 $2.640 \pm 0.036$ $0.100 \pm 0.002$ $0.303 \pm 0.007$
C $2.940 \pm 0.038$ $0.103 \pm 0.002$ $0.311 \pm 0.007$
D $4.210 \pm 0.039$ $0.290 \pm 0.003$ $0.409 \pm 0.004$
At12 $2.230 \pm 0.047$ $0.093 \pm 0.003$ $0.258 \pm 0.009$
At8 $2.480 \pm 0.028$ $0.110 \pm 0.002$ $0.278 \pm 0.005$
F $6.470 \pm 0.030$ $0.103 \pm 0.002$ $0.267 \pm 0.006$
27 $8.840 \pm 0.041$ $0.171 \pm 0.003$ $0.273 \pm 0.004$
28 $8.320 \pm 0.039$ $0.103 \pm 0.002$ $0.266 \pm 0.006$
Ap5 $3.460 \pm 0.042$ $0.203 \pm 0.003$ $0.267 \pm 0.004$
Ap7 $2.990 \pm 0.039$ $0.158 \pm 0.003$ $0.267 \pm 0.005$
31 $11.600 \pm 0.053$ $0.256 \pm 0.003$ $0.273 \pm 0.004$
32 $10.400 \pm 0.048$ $0.221 \pm 0.003$ $0.273 \pm 0.004$
33 $2.490 \pm 0.035$ $0.116 \pm 0.003$ $0.340 \pm 0.008$
34 $6.520 \pm 0.030$ $0.103 \pm 0.002$ $0.267 \pm 0.006$
B1 $9.430 \pm 0.044$ $0.103 \pm 0.002$ $0.266 \pm 0.006$
36 $5.640 \pm 0.060$ $0.102 \pm 0.002$ $0.267 \pm 0.006$
37 $2.260 \pm 0.036$ $0.096 \pm 0.002$ $0.262 \pm 0.006$
38 $2.270 \pm 0.036$ $0.096 \pm 0.002$ $0.264 \pm 0.006$
39 $2.280 \pm 0.035$ $0.097 \pm 0.002$ $0.265 \pm 0.007$
40 $2.300 \pm 0.036$ $0.098 \pm 0.002$ $0.265 \pm 0.007$
41, 42 $2.280 \pm 0.035$ $0.097 \pm 0.002$ $0.265 \pm 0.006$
B2 $14.900 \pm 0.063$ $0.303 \pm 0.003$ $0.425 \pm 0.004$
44 $14.600 \pm 0.066$ $0.286 \pm 0.003$ $0.389 \pm 0.004$
45, G $9.430 \pm 0.044$ $0.103 \pm 0.002$ $0.266 \pm 0.006$
47 $2.060 \pm 0.028$ 0.000 $0.002 \pm 0.000$
48, 50 $8.320 \pm 0.039$ $0.103 \pm 0.002$ $0.266 \pm 0.006$
51, 52, 53 $14.700 \pm 0.064$ $0.298 \pm 0.003$ $0.426 \pm 0.004$
H, 55, 56 $15.500 \pm 0.068$ $0.298 \pm 0.003$ $0.426 \pm 0.004$
57, 58, 59 $12.900 \pm 0.057$ $0.278 \pm 0.003$ $0.387 \pm 0.004$

The errors convey Poisson statistics only.


Source LaTeX | All tables | In the text

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